A Quantum theory without classical time: quantum gravity and unification

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This paper looks as a new Theory of Everything that from first principles (Trace Dynamics, Division Algebras, ...) seems to derive a lot of things (4D Spacetime, Quantum Mechanics, Standard Model, ...)
It came to my attention yesterday this, from my ignorant point of view, amazing paper that describes what it looks as another Theory of Everything: https://arxiv.org/abs/2110.02062

If I didnt understand incorrectly, from first principles / a pre quantum theory (Trace Dynamics, 8D octonionic Space, ...) it derives:
1) 4D Spacetime
2) Quantum Physics
3) Gravitation / Metric Tensor /...
4) Standard Model with its 3 generations
5) Many of its numerical parameters

I am not a proffesional in the subject at all so, as a consequence, I would highly appreciate any comment regarding this paper. Is my understanding correct? Does it look feasible? As a consequence of your understanding of this paper, do you give any credit to this line of investigation? Ps: I am always easily seduced by papers that tries to incorporate Division Algebras in First Principles so, as this paper claims to do it successfully, that's why it caught my attention,
 
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I'm intrigued by this paper also. I haven't begun to grasp most of it, but I kind of "sat up and took notice" when I saw what seemed like a simple, logical derivation of the fine structure constant that is accurate to ~ 1 part in 10^5:
\alpha = \exp((\frac{1}{3} - \sqrt{\frac{3}{8}})\frac{2}{3})\frac{9}{1024} = 0.00729713.
I'm not sure if there is something there, or if it is just numerology. I would love to hear what @john baez thinks.
 
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Hello everyone, I am seeking to better understand the conceptual foundations and potential consequences of "Two-Time Physics" (2T-physics), as developed by Itzhak Bars and others. My interest was sparked by a recent paper that attempts to explain anomalous results in particle physics (apparent superluminal propagation of virtual photons) within the framework of 2T-physics: Paper: https://arxiv.org/abs/2408.02696 Key quote from the abstract: *"...the problem... can be solved naturally...

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